$f$-mode strengthening from a localized bipolar subsurface magnetic field
Nishant K. Singh, Harsha Raichur, Maarit J. K\"apyl\"a, Matthias, Rheinhardt, Axel Brandenburg, Petri J. K\"apyl\"a

TL;DR
This study models localized bipolar subsurface magnetic fields and their impact on the $f$-mode in helioseismology, revealing how magnetic field strength and depth influence $f$-mode behavior and its potential as a solar magnetic field tracer.
Contribution
It introduces a more realistic localized magnetic field model and analyzes its effects on the $f$-mode, contrasting with previous periodic magnetic field studies.
Findings
Localized magnetic fields increase $f$-mode strength at high wavenumbers.
Fanning of the $f$-mode is weaker with localized fields than with periodic ones.
$f$-mode perturbations could serve as early indicators of subsurface solar magnetic activity.
Abstract
Recent numerical work in helioseismology has shown that a periodically varying subsurface magnetic field leads to a fanning of the -mode, which emerges from the density jump at the surface. In an attempt to model a more realistic situation, we now modulate this periodic variation with an envelope, giving thus more emphasis on localized bipolar magnetic structures in the middle of the domain. Some notable findings are: (i) compared to the purely hydrodynamic case, the strength of the -mode is significantly larger at high horizontal wavenumbers , but the fanning is weaker for the localized subsurface magnetic field concentrations investigated here than the periodic ones studied earlier; (ii) when the strength of the magnetic field is enhanced at a fixed depth below the surface, the fanning of the -mode in the diagram increases proportionally in such a way that the…
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